Special affine connections on symmetric spaces

HIGHLIGHTS

• What: The authors show that there is a one-to-one correspondence between the set of G/H and the set of products m. The objective in this article is to describe algebraically a class of invariant affine connections on symmetric spaces which have been explored in the particular case of Lie groups. The current work could be seen as a natural sequel to the work present, where it is proved that if g is a semi-simple 2010 Mathematics Subject Classification. The authors prove Theorem 1.1 and the authors show that special affine connections are . . .
  

   

  

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